In: Finance
The Warren Watch Company sells watches for $23, fixed costs are $180,000, and variable costs are $10 per watch.
| Given, | ||||||
| Sale price of watch | $23 | |||||
| Variable cost | $10 | |||||
| Fixed cost | $180,000 | |||||
| a) | Calculation of profit/loss at 9000 watches | |||||
| $ | Workings | |||||
| Sales | 207000 | 9000*23 | ||||
| Less: Variable cost | 90000 | 9000*10 | ||||
| Less: Fixed cost | 180000 | Given | ||||
| Profit | -63000 | |||||
| Therefore, there is loss of $63000 | ||||||
| b) | Calculation of profit/loss at 19000 watches | |||||
| $ | Workings | |||||
| Sales | 437000 | 19000*23 | ||||
| Less: Variable cost | 190000 | 19000*10 | ||||
| Less: Fixed cost | 180000 | Given | ||||
| Profit | 67000 | |||||
| Therefore, there is profit of $67000 | ||||||
| c) | Breakeven point (units)= Fixed cost/(Sale price-variable cost) | |||||
| 180000/(23-10) | ||||||
| 13846.15 | ||||||
| Breakeven point= 13847 (because if we round it off at 13846 there would be loss) | ||||||
| d) | If the sale price is raised to $32 | |||||
| Breakeven point (units)= Fixed cost/(Sale price-variable cost) | ||||||
| 180000/(32-10) | ||||||
| 8182 | units | |||||
| Therefore, the breakeven has reduced | ||||||
| Answer: Option B | ||||||
| e) | If the sale price is raised to $32and variable cost to $22 | |||||
| Breakeven point (units)= Fixed cost/(Sale price-variable cost) | ||||||
| 180000/(32-22) | ||||||
| 18000 | units | |||||
| Therefore, the breakeven has increased | ||||||
| Answer: Option B | ||||||